![Methyl 2-(trifluoromethyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-6H |
| CAS | 1206973-10-5 |
| MDL Number | MFCD22550652 |
| Molecular Formula | C10H7F3N2O2 |
| Molecular Weight | 244.173 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-3-6H
CAS: 1206973-10-5
Molecule Weight: 244.173
Formula: C10H7F3N2O2
![Methyl 2-tert-butylimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-GZ
CAS: 1003577-82-9
Molecule Weight: 232.283
Formula: C13H16N2O2
![2-(Difluoromethyl)-6-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-9C
CAS:
Molecule Weight: 226.183
Formula: C10H8F2N2O2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
PN: 4H58-3-90
CAS: 1858251-06-5
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-Z2
CAS: 1018828-69-7
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Methyl imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABlBAAAZQQEmsvDLAAACF3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnVZfvIE4RtCgwoN2AtQP2Nii2khqIrUJ2rn8/yo7TuMkc+KBE8qMsktb0fl+uYattXZgqJYJyArrKTF5Uq5T8fnu6i8n9bJqhEzpWdUrem+Zjwthut6PZuy7V3lQ0MyXp7JN9XQx8dh41dsUk54L9eXl+bZm7oqobVWUaqbqY1K3y2WSqab/iP0uwUtltUbHOnZV220X7K7m7Od3XOfncywPa5ojCslhrWBpbqga2klO8+TdY6Upb1egcFgdUe9THvc+mL48m25S6anDoIhSZWr82dpOhojRrnW0wGA6+P6akFAioxpRza9UB3MiplQAlQXmgfFABqBBUBCoGlYASHB+0C3QQHuZ6rd1ib4cPjV8MP6F7uutH/8Y0yZTENJEBh4gGifB6cVSGVAZR2AsflV4CHrpwCZIKGYQgqJTc72dHW+dJ4IDxQxomMoYAVSh86sUoPBqKTyEpj1AI6vHzWZCECc5iv+V4HEc90EXBNLFTnmbThanysyEUeUoWgrQJ/KWXtTzmkICxubbYli6Acz0H5BBwGR8HvCHg6nMC5DXAvwCC8RWCIeBqfwLm14BwCLhOGQeiIeD6ahyIh4DrwnEgGQJtz44Tzj4oXdvjN5iv5W7/iRuMvNjLTeRLzfvfbpTxL6p4HWFnfcz6swGHF+cGOztUGB6ls38pJpx7gvtGVQAAOvhJREFUeF7t3Qn8FfPi//FrT0IohSzJzb4XWatriVDRtWaX3SXd7FxL3CsUkaXQhl9CukjZU36UFJLllhZJ/EQLRUndz/+85/ufY+bz3c75nDnnOzPf1/PxmAc1n3O+c+bbzPvMZ/2TAQDAwZ/svwAAIBcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAOBoyZIlpm/fvua4444z2267rdlggw1MnTp1zDbbbGM6d+5sBg8ebFasWGG/zPzpT3/ytlzlW75U4ndEAJAA999/v9l4442zN/fKti222MI899xzodfmGwj5li+V+B0RAMTcBRdc4N3Q11xzTXPiiSeaESNGmHnz5nlPG4sWLTKTJ082119/vdl8880rvPlX9HdVybd8qcTviAAgxu69917vZt6gQQMzbtw4e3eIwuTMM88sd/PPNxDyLV8q8TsiAIiphQsXmg033NB78nj77bft3ZW67rrrQn/ONxDyLV8q8TsiAIip3r17ezdyNZAXIt9AyLd8qcTviAAgpo466ijvRq42j0LkGwj5li+V+B0RAMRUkyZNvBv5119/be/Kix8I+W5xE78jAoCYWn/99b0b+fLly+1debGDIdctbuJ3RAAQU1EHSK7yLV8q8TsiAIipqKuwcpVv+VKJ3xEBQEzRiB4WvyMCgJiKSzfeadOmeWNLWrRoYTbddFOz3nrrmR122MFcfPHFZu7cuYFXFlfunwAAajnXgYSa1iTIDoTq2OX9P1e0aX6uKVOmBF5dPLl/AgBA9ilEU5mMHz/e3h2yePFic9ZZZ5ULCzsQqmOXb9mypenXr5/5+OOPzbJly7xge/XVV82ee+7plTvkkEMCry6e3D8BANQSS5cuNf/85z/NLbfcYlatWmXvNueee653o9aTyEknnWRGjhxpvvnmG28yRYWGngBuuukm07hx43I3f6no76qSa/mZM2d65dRbrBSqPyIAqCX++9//miFDhpgtt9wye9MeNWqUXcyjSRU32mijbLnKNr2X3eieayD4ci2v9g+V22677exdRVH9EQFALTBx4kSz//77h27+WiTq22+/tYtmabZdBckxxxxjtt56a1O3bt3sglInnHCCF0a//fab/bKcA8FXXXktbKWZgVu1auWV01olpVD5EQFALTB//nxvyvU11lgje6NWCKgKSu0LcRYMO23Nmzc3AwcOtIsVDQECoFZSe8Xtt99u6tWrF7oJq03jq6++sovHkh0g+izdunWr8KmnGAgQALWOlpht2rRp6Oa71157VbtAVFz5vbD23ntv77N0797dLlIUBAiAWmPq1KmmTZs2oeBo2LChGTBggFm9erVdPHHmzJnjfSb1/ioFAgRA6v3www/mwgsvNGuttVY2ONZZZx3vm7oaoNNi+vTp3mfbYIMN7F1FQYAASK1VK1d6vaQ22WST0FNH+/btvZttUh144IHmmWeeMbNmzfLaOxYsWGBeeukls9tuu3mfr127dvZLioIAAZBOr7xiXthpJ7NvIDh2yvx5zJgxdsnECYahvW222Wbms88+s19SFAQIgHTRk8Uxx+gua77ObH/PbA3r1/eeRFZmnkjSYPLkyeaCCy7wAlFdjlVltfvuu5sePXpUOW4lagQIgHRQW8bf/27Muut64eFta61lPrnwQrPkhx/s0ogAAQIg2dR76tFHjWnY8I/g0Namjbpd2aURIQIEQHJp3Mbee4eDo2lTY5591i6JIiBAACSPRoqfdFI4OOrVM+b22zXE3C6NIiFAACTHL78Y849/GKPpyv3gWGMNY844Q5Na2aVRZAQIgGR48kljmjQJP3Xsv78xEybYJVEiBAiA4po925gbbjBmv/2M2XxzY9ZZp6zBW3/WUq+zZtmvKK9jx3BwbLmlMUOGaAEPuyRKiAABUBzqHXXddWWBEbz525v2X3ttWfmK6O/r1Ckru956ZWG0dKldCjWAAAEQPT0ZdO5cdtNXG8WppxozerQx339vjAbzLVhgjEaEn3Za2X6VU/nKniheesmYK68se5pBbBAgAKJ3xx1lobDxxsa8/rq9N+yNN4zZaKOy8nodEoMAARAtjfquW7csEPTkkAuVU3m9jlHjiUGAAIjWXXeVhcHRR9t7qnbUUWWv0+uRCAQIgGhpKnEFwdNP23uqNmxY2esUJEgEAgRAtPyxGvmuKz5nTtnr9HokAgECIFp+l9tff7X3VE3l9TqNMkciECAAokWA1BoECIBobbUVVVi1BAECIFpHHunWiK7yel2J1vNG4QgQANHq1assCNq3t/dUTd1+6cabKAQIgGhpmhK1Y2iKEk1fkouXX/6j/UOvRyIQIACid+utZYFQv74xb71l7w0bO7asnMr37GnvRYwRIACipxl0O3UqC4U11zSmSxdjXnml7OlCkylqupJXXy1bCEr7VU7lK5uRF7FEgAAojlWrjLnqquqnc1977bJyKo9EIUAAFNfMmWXrgrRsaUyDBmWBof+2aFG2Doj2I5EIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQACUzrRpxjRqZEzr1sb8/ru9FwlDgAAoHX+mXm0zZth7kTAECIDS+de//giQL76w9yJhCBAApUOApAoBAqB0CJBUIUAAlA4BkioECIDSIUBShQABUDoESKoQIABKhwBJFQIEQOkQIKlCgAAoHQIkVQgQAKVDgKQKAQKgdAiQVCFAAJQOAZIqBAiA0iFAUoUAAVA6BEiqECAASocASRUCBEDpECCpQoAAKB0CJFUIEAClQ4CkCgECoHQIkFQhQACUDgGSKgQIgNIhQFKFAAFQOgRIqhAgAEpmRSZAlmTCQ9tqAiTxCBAAJTM5EyAPZMJD2yICJPEIEAAlMyQTIPtnwkPbVwRI4hEgAErmX5kA+VMmPLR9QYAkHgECoGQIkHQhQACUDAGSLgQIgJIhQNKFAAFQMgRIuhAgAEqGAEkXAgRAyRAg6UKAACgZAiRdCBAAJUOApAsBAqBkCJB0IUAAlAwBki4ECICSIUDShQABUDK33XZbNkCmTZtm70bCECAASqZTp07ZANl+++3NmDFj7CJIEAIEQMlcccUV2QDxt/bt25vp06fbRZEABAiAkgm2gay11lrZ/19nnXVM9+7dzZIlS+yXIMYIEAAlEwyQf//736ZNmzahp5GGDRuaAQMGmNWrV9svRQwRIABKpqJeWM8995xp2rRpKEj22msvM27cOOvViBsCBEDJVBQgsmLFCnP77bebevXqhYLkpJNOMl999VXgHRAnBAgSacqUKaZx48beTaZdu3Zm4cKFdhHEzG+//eb9rvxw+PTTT+0iZv78+ebMM880a6yxRrZcnTp1zE033WSWLVtmF0cNI0CQKN9//70577zzzJprrhn6prrpppuaBx54wPz+++/2SxADzz//vNdtN/g7mzp1ql0sa+LEiWb//fcPlW/SpIl58skn7aKoQQQIEmHlypXm7rvvNhtvvHHoprLBBhuE/rzLLruY119/3X45asgnn3xi/vKXv4R+R3Xr1jV/+9vf7KLl/Pe//zVDhgwxW265Zej1Bx54oJk0aZJdHDWAAEHsvfTSS+bPf/5z6Cay6667ekFRWbB06NDBfPnll/ZboUR+/PFHs++++4aqotRV98orrzSLFy+2i1dp6dKl5oYbbjDrrbde9r30BHr22Web7777zi6OEiJAEFuff/65OfLII0PBUFlVVUVVW+uuu6655pprzE8//RQqi+LR76Vv377lAl3VT++++65dPC+zZ882nTt3Dr3vhhtu6DXMq30FpUeAIHYWLVpkLr/8cu8bq3+jWHvttc2ll15abWP5hx9+aA455JDQTUaN7QMHDvSqRFA8r776qtl5551D5z64KVT0tKinxkKMHTvW7LHHHqH3btasmRk5cqRdFEVGgCA2Vq1aZR566CGz2WabhW4Ohx12WIU9dqry9NNPm2233Tb0Pi1atDD/+7//axdFgWbMmGGOPfbY0LmuX7++6d27tzfXlaobg/tUHalqyULo38ojjzxiGjRoEHpvtbcwSWPpECCIhbfeesvsvvvuoZuBvlVqtLKrX3/91dx6661eo23wfU877TTz9ddf28WRJ1UN9ujRw6sq9M+tpic5//zzzYIFC7LlVK2lakdVPwZ/D6qeVDVlIdSe0q1bt3JPq3ddcon59ccf7eKIGAGCGjVr1ixzwgknhG4sG220kbnzzjsjq9dWWCg0gj9DoXLLLbd4IYP8aJqRxx57zGy++eahc9q6dWvz0Ucf2cWzVP2oakjd4P3X6Mav6kpVWxZCgxL9MSYNM9t5mW10JrDM/fcrweziiAgBghqhnjXXX399uZ4155xzTtF61qj6StVYwZveNttsY4YNG2YXRSXGjx9v9tlnn9A53G677cwzzzxjF62UqiNVLRl8D1VbqvpSVVOFGDVqlDmzeXNzb+Y9Z2U2o22XXYx57TW7KCJAgKCk1JA9ePBgs8UWW4RuIOrb/8EHH9jFI6efrwZ1fxS7v6nhXaPbUbG5c+eaU045JXTONAZHC0QtX77cLp4TVU+qmjL4nqrGVHVmIVatXGnm3nOPMRtvXBYg/nbcccbQtTtSBAhKZsqU/5jWrTuGbhhbb721eeqpp+yiRffzzz97XXyD9fd6AlJXYHUJRplffvnF3HzzzWb99dfPnieN7Tj99NPNN998YxfPm6opVV2pasvgvwtVa6p6syBqh+na1Zi11vojRDK/b3PVVWrAsUvDQa0LkKOOOsq7ANQNcNCgQQXXvaJ633+/zNx00xtmhx0uNg0aHGTWXntD74b0j3/8w7tB1aSZM2eajh3DoRZVd9OkU7Ar4IPnZr/99jPvvfeeXbRgqrZU9WVwHI+qN1XNqerOgnz4oTGHHhp+GmnUyJjHH1eDjl0aeahVAaIuhcGLQZsa8Q4//HBvDQK+eUbrt99Wmccem2IOPvhxs+++/c1uu/U0TZqcaM4++8rYzbCqUe3F6G6aRJMnTzYHHXRQ6FyoylFVj8UeS6NqTFVnBn+2pjKJ5GcPH27MttuGg2TffY155x27JHJUawLk//7v/zJfOhp5/yD1BBJcDc3f9O1HC9yoy2EUj+e12RtvzDLHHfc/XnD422mnjcjcIAqsliiiYnY3TQJdIxU9BVx33XVelV8padLEip5+JkyYYBfNj9prbrvNmA02CAfJqaequ55dGtWoFQGiby7BaaQ1r47m6lFj6tFHHx3qCRTc9E1IVRlz5syx3xKVmD79R3P++S+GguOII4aakSO/MKtXF/gNskSK2d00jtQO0atXr3LtEMcff3zh7RAFUPWmqjnt9pczzjij8C948+YZ06VLOETq1jXmlls0gMgujUrUigBRCARDwZ5HSQOihg4d6l0wwX+swU0Tw2nBG426RXmLFy83d9wx3rRsOSAbHK1aPWruu2+CWbo0mvEcpabupqreDP47iKq7aVy88MILZocddgh9xt122828+eabdtEao+rOk08+OXSM6gHWs2dP5x5gWZqfq2XLcJBss40x//M/dklUIPUBojpVv6eNpleo7mlCi9YMHz7c67Jor47mb6orV88UTVVd2/3++2rz1FOfmDZtBoWeOq64YoyZO3eJXTyR1N3UvslG0d20Jn322WeJC0eNQdl7771Dx9x6u+3M1GeftYvmR20rgwYZ07hxOEgOPlgNQnZpBKQ6QFRvG7zwFQz50Lcb3Ty0QprCxw4SbXp/9RQpxRiGuHn33a/NCScMDwVH587DzXvvzbOLJl5Ru5uWkKrnLrvssnLVc1qfIwnVcxoF/+ijj3qj4NfKHPvxmW1QZvupTRtjPv7YLp4ftfNce60x6633R4isuaYx555b1iUY5aQ6QFRX6l8k6t9fCN1AXnnlFe99GjZsWC5ItGnyvu7du6d+wr6vvlqcueGMDgVH27aDM0/90zLfXtPdLbKo3U2LSNW2/fr1K9dB4IgjjkhkB4ElS5aYPj16mFvXXddM9m/2Gu9xwQXG/PCDXTw/M2ca06lT+Glkjz3sUjApDpAnnngie5HstNNOkY430CO+qi8uvvjiciOq/a1584PNjTc+biZNmpuYxuPq/Pzzb6Z37/fM/vs/mg0OtXn885/vZC7oAuuiE0ZPnDXV1TVfb7zxRoVdlF988UW7aOIsnTHDrDzmmPDNvn59Y/r00TKWdvH8ZM6b2W23svfcc097L0xKA0Qr0WmhGV0oderUyTzZFvhoWwXdLN555x1vpTXNq6Sfueaa62S+6bU0229/gdlnn4fM4YcPMT17jjMTJszz2gySRgH4/PNfeJ8j+NRx4YUvZc511etzFErBrwn6VP2omXW1Cp22tm3bel2uNYGf/qs/+/tUTuX1uii/OFSkssF2BXc3jUBFgyRVBXfXXXdFNlFlbLzyisl8UwwHyY47GjN6tF0yP2oPUkN7NevQ1FapCxCNHm7ZsmX2gtHqaKX0/vvvZ548ema+pZ+V+fd7deiG61f13HzzWDNu3FfeQLu4mzLlW3Pqqc+FPkOHDsPMm2/OtotGQvXwzz77rPd0pyfH4M3PddP76P30vsWo56+su2lU033kS21/1157bbmJKlM/TYt6V953nzGbbBIOkqOPNuY//7FLIwKpC5Crrroqe9FokZuaNH369+aRRz4wJ574TLkg0XbIIQPNDTe8aV5/fZZZvjxeU07Pn6+5ol4vd7yPP/5h5MGnMTmqnz/ggAPK3fwr2/S0p1lg/c1/+stl08/Rz9PPjVJRu5vmQE/Dmp7Hnijy4IMPrl0TRer3etFF4Tmw1lnHmCuvVH9zuzQKkKoA0ZKafuOmpj/4odDGtAip4VnTemg0th0k2g466PFM+L1mXn55RuYbbf51t8H3Gjt2jr27HL9sRdQt94ADHsuWadGif+Yb9lizYEG01UGjR4/2xt4EJzQMbttvv73XA06D3LRcqbqe2mN4bNqvciqv1+n1eh/7vbXp5+rn6ziiVFF303ynPM+X1htnqnqLutm3bRt+GmnY0JgBA6KbA2t25kn8hhuM2W8/YzbfvCyo9DP05+uv14I39itSJTUBokdz/5uXQiROA6Fs+nY/ZMjH5pxz/l0uSLTp5q1xFC++ON389NMK++UVCr6+U6dhZuXKqi+QygJEvaiCgwHPPnukmTYtumoPfUt+/vnny60poU2LPJ166qmZp5zHqx2vky+9n95X72+vUKhNx6PjiqoBvKpFl6Jsk5s3b57p0qVLufPIYlkBI0aYzLeIcJDstZcxb79tl8ydAui668oCI/i+9qb96hocVWDFTCoCRBe9Ztn1LyDN3ZMUmql22LBp3vQfwRu3v6nH08UXj8pcA5+bhQsrvyH45f3qsiefnGoXCaksQOTeeyd47R56GoqSJibUKOfgzU5tBWoEV9VLqbrB6ufo5+nn6ucHj0fHF+UEiupuWtGyrxdccEFBT8j+cr2qIgsevwKS5XorsCLzReyOO4ypVy98gz/xRH27sEtXTV8yOncue33m3483j5aeYtW+pJ5fGjMyZowxp51Wtl/lVD6iLydxkooA6d27d/YCatWqVbXVHHGlgFBQKDD22++PrrL+poBR0Awf/mm5Jwy/jAb36b8aGV5V19qqAiRqahvo1KlT6EanwWtnnXWW+U8NN27q5+s4gmtqa9PxRjljsKbAUZtc8GdocGqfPn3ynjb+6aef9sYcBd9LU+2kffxRJObPN+bMM/+4sWurU8eYG2/UNBR26YopiPQ6LVj1+uv23jB1Bd5oo7Lyel3KJD5ANPW0/+1O6zjMVp1kCqjq6oUX/mMuv3xMqD3C39SeEhQMBH+QX69eld9QShEgqsZRl9Hgt2SNgL7wwgtj93vS8ei4giO0ddw6fn2OqGgw6s477xy6+e+44445tcN8+OGH5tBDDw29VjNMq2ouymOsFSZONJlvm+Gnka22UjrbJcP01KhJF1U+1ydVlVN5va6Ap844SnSAqCqiefPm2YsprQ2GalRXdZIa2Q88sGxtjZdemh4qEwyE2bMXe08w2vT/FSl2gKhNSqOcgzc7DbybOrXqqrWapuOzBwjqc0TZ/VVPyPfdd5/ZZJNNQj9HM0NX9ES2YMEC07Vr19ASBPrSdPXVV3sTgaIAQ4eWBYdu8P5WVRtV5guFV0Zdg/Nx1FFlr9PrUyTRAaKqB/+C0vQStYG6+6rdxGYHgp4+9Gc9jVTELh+lsWPHhkboa/oMfUuOqoG62HScOt7gtB/6PPpcUVI34osuuigUDKpK06DUxYsXe1Vb99xzj/dkHQyaDh06eINlERFVXakKS1VZGkNS1diddu3KgqC6JxWbvtzqdQqSFElsgGgEsH9BqQpAs+hGTRf4a6+9Zh588EHTrVs3r0uoGl6DI6C1Kch00WsmU/X+0oR1pWYHgqrANGhRf1fR5IZ2+ag8/PDDoRuips9PaqOujju4Op4+lz5f1DSrs0bSB0NCM0HbE3jusssu3sqJKJIlS6pfK71Jk7IgyLd9TA31ep1enyKJDBDNfurPiqrRtqobjoJ6tmi0sr4V2vXU+W7qzaMZTtWjpxTTRlQUCBrPob9Tzyx7Pq6KyhdKXUf9z6/eTRrUmdQODT4dvz5HsLeWPmcxjBgxosIxK3oSuv/++xN/LlNBTymZ30nei06pvF63/vr2nkRLXIDosV5zDfkX17333msXyZsGIOrpwu4SWdEWHP3sb3YZe9M6C5pKQ9OcFEtFgaB5t44//mnv75999rPQvorKu1IDrj6f/3kV6griNNHnCU4Nos9bjIbrFStWhKpmNT6lJp5oUQkCJCRxAXLNNddkL6727ds716sriIYMGVJuXIK/NWvWzJs7qH///t5kidU1omo96XHjxplHHnnEuwHY3Sz9TVVfCqyoVRYImnNLf3/YYUNCKwNWVt5FMDz0ZJjkhZaqos8VXA9En7sY3nvvvezP0L8nxIjf4E4VlidRAaL6X3+qEjVqqneKC83UWtGTg55s1DtGo3ujoKq2O+64o8LqMM3HFOX8RFUFwiWXvOzt0/KyvqrK5yNYbaVR11FVJ8aVPl9wdHkxqrMIkBg78siyIMi3EV3l9To1wqdIYgJEYeH37FGIuDQmTps2zWv0Dt7INd27vklOnz7dLh4pVV9p9brgQkRqlL300ku90cqFqioQZs5c6A1C1Brl8+aVNRJWVT5XalD2P4u+mac9PHz6nMEnkagb1gmQGOvVqywI2re391RN3X71Orrxlp6qqVRd5V9UqsbKh16vEb/B6SRUn61+9NVVTUVNE/117tw5exzamjZtaiZNmmQXzUt1gXDHHeO9/RpLItWVr466tPq9rXQu01ptVRl9Xr9NROchyi6+BEiMqdZD7RgayZ7D4E/Pyy//0f7hWGsSV4kIEDWU+xeUqpnymfpBAdEu89gYvGFrSoma7kevdhCtCucfk/r/q/rMVXWBsGjRctO69SCvjNb4qK58VXRONduxjlu9k9LWYJ4rfW6/d5bOR1RfRgiQmLv11rJA0MqH1X1x0hcLlVP5nj3tvYkX+wBRdYH/TU/VBmpXyJVG9Qa7RWpAluYRigutEaEuw8FwU9dfl949uQTC0KFTvTJduvwxpXy+dGzBEeZ6iqvN9Pn9c6Hz4vK7sxEgMaffsb9m+pprmswFVbYiop4u9OVW05Woo8wZZ5TtVzmVj+DfRtzEOkA0OFCDBP2LSYMHc6U1GYIjidVoHeXkeFFSqPlL8GrTokT5jh3JJRA0AWPHjsOyZasrXxHNDeUfp6b8qO1jE/T5g1Of6PwUigBJAC11e9VV1U/nvvbaZeVUPoViHSCansS/kNQ1NlealTQ4pkNTXKt/fZx98MEHod49CpF8vs3mGghvvTXHOUDmzp2bPa8a25LUEeZR03nQ+dB50fnReSoEAZIgM2eWrQvSsqUxDRqUBYb+26JF2Tog2p9isQ0QTYzoX0SaMDHXtSI0O29w7iCtDe06VqTUNOV3cPzIZZddZhepUcEp2TVXFP6g8+GfG52nQhAgSIpYBoim1vZDQD2nFAq50De/hg0bhsIjadS4H3wSKaRhPUqaksU/JlXZJCWUS0XnI1iVVciiVAQIkiJ2AaI6ZS0K5V9AWiwqF6qiCq4JrfEVSaXA9NtEFKCFdvEtlG6O/oh9rZcR9ynZa4rOi7+eiM6Xa8gSIEiK2AWIlqP1Lx4tU5vrRXj++ednX6d1FfJpP4gjNaz7n0fjRKIYbOhKa4X7x6JFl1A5nR//XOm8uSBAkBSxChBNhe6P1G7cuHHO/eq1mlvwZpuWyeeCN6OafKLScqk6Bo1VidtKgnGj8+Mvj6vz5oIAQVLEJkB++OGH7OA0hUiuEw6qq68/r5VGBNd0dU+UNE7EH2yozxbl3Fm5GjNmTPZmlk9PuNosOJuuzl++CBAkRWwCRKPD/YtG6y/kqkePHtnXde/e3d6deApS//NpLEu+Jk2ab84+e6QZOfILe1dOjj/++GyoV7TcKsrTefKfpHX+8kWAICliESB9+/bNXjAtW7bMeaqS+fPnm/XXX997nZ5CirEqYRwE587K9cnM163bGG+8x7HH5j4I06cVGf35w7RiHnLnrzCo86fzmA8CBElR4wHy0UcfZacqUc+jfOao0rQf/oWmtT3S6vPPP89+o9V6Ivm49NKyqdzbtXvC3lWtfv36Zc/voEGD7N2ogs6Xf+50HvNBgCApajRA9MSw0047ZS+WJ57I/SanBZw0Fbtep4GGq1I6VYBPU8H75ymflQ0LCRC/O7VGV//888/2blRB58sfta/zmA8CBElRowGiFf/8C+UMTTyWh7vvvjv72sGDB9u7U2fixInZz5vPSniuAaJqF/+p55RTTrF3Iwc6bzp/Oo/5VGMRIEiKGgsQrQroXyQ77LBD3t9w/VX+6tevb37Nd33ihPI/s+ZdynWyRdcAee6557K/H6YtcROc3kTnM1cECJKiRgJkzpw53o1fF4gaGTWRYD5UheNfYPl8G086LY/rf+4XX3zR3l0h1wC55JJLsj9Lvy/kT+fNP4c6n7kiQJAUJQ8QTVWi7qj+BaKqqHzdeuut2ddr5t3aYubMmdnPrQ4EuXANEL9tSuupwJ2/Ho3OZ64IECRFyQPkhhtuyF4cWikw16lKgg4++GDv9XqKSXvjuc2frVdzLeXCJUB++eWXbPsHgwcL4w8q1PnUec0FAYKkKGmAaB1pfx3tRo0aeT2p8qW2En+qCJdBWknn35C0lOqCHNZXdgkQda32b2B33nmnvRt50Pnzz6XOay4IECRFyQJEvVC22mqr7LcxlykeZMKECdmLq0+fPvbu1Ovfv3/28yuQq+MSIMGJHEeOHGnvRh50/vxzmetyygQIkqJkAdKhQ4fsRfH3v//d3p2zgQMHZt8n31HZafD222/ndXNxCZBgG9MXX7hNgYIyOn/+udR5zQUBgqQoSYA88MAD2QtCM5Tm2gW1Ipony3+vQpcOTaLvvvsu+/mvvPJKe3c5LgHStWvX7M8o5HcF450//1zqvOaCAEFSFD1AtMiOP2JcU5Vo2dZC+IOz1P3XpQE+Dfz5v0466SR7VzkuAaL12PX++jkonP/70nnNBQGCpChqgKjXyS677JK9GKKYr+qYY47x3ktL19ZW6oCgc6CFs6rjEiDt27f33l9L66Jw/hLFOq+5IECQFEUNkODStF26dLF3OznkkEO896vN4xOaNWvmnQN1Z66OS4D451g/B4Xzf186r7kgQJAURQ0Q/yLQOtHz5s2zdzvxV8fLdRxEGu2+++7eOchlxTuXAPHPsX4OCpfP70sIECRFUQPEH/CnLdf63+rwBMITSNLwBIK0KmqAaElWPSn4F0MUk/LRBkIbSNLQBoK0KmqAyKeffprthaL1EQpdFpVeWPTCShp6YSGtih4g8vDDD2cviL322susWLHCLpIzxoEwDiRJGAeCNCtJgIjmrfIviiuuuMLenTNGor+d183FJUAYiR4dRqIjzUoWIIsWLTJbb721d1FoIsBRo0bZRXLCXFjMhZUkzIWFNCtZgMj48eOzs/GqEfzbb7+1i1SL2Xjzm423a9dBZuedbzCHHpr7rLrMxhsdZuNFmpU0QOTmm2/OXhyHHXaYWb16tV2kWqwHkvs4mJNPvsY0anS42WOP6hvcfawHEh3WA0GalTxAdMP3xxlo+9e//mUXqRYrEua+ImH79p0yT2wbmW22aW7vqhIrEkaDFQmRZiUPEPn666/NJpts4l0gqo6aOHGiXaRKrIme+5roRx55pFd+iy22sHdViTXRC8ea6Ei7GgkQGTFiRPYi0be0n376yS5SpZ133tl7raqxfv31V3t3KvmfebPNNsu5e61rgDz33HPZ308UA0BrI503/xzqfOaKAEFS1FiAyIUXXpi9UE499VR7d5Xuvvvu7GsHDx5s704dPaX5nzefpy7XANEKkn47iAZvIn/+oFedR53PXBEgSIoaDRA9Oey6667Zi2XQoEF2kUppPXV/nZHmzZunvjH9hBNOyJ4nVeHlyjVAxJ9NWTMIqPcbcqfzpfOm86fzmA8CBElRowEi06ZNy071UK9ePTN9+nS7SKXUkOxfaFGsNRJXn3/+efZpoHXr1vbuKhUSIP369XMKdxjvfPnnTucxHwQIkqLGA0QefPDB7AWzzz775Fy/P3/+/Gz4bLfddmbZsmV2kVTo3Llz9vzkO/q+kABRtYvmHNPr27Zta+9GFXS+dN50/vKpvhICBEkRiwCRTp06ZS+aXOZ48vXo0SP7uu7du9u7E0+B4X++Aw44wN5drUICRPwpaPQEVOhEmLWFzpP/xOgy2JUAQVLEJkAWLlxomjRp4l00GmU9Zkxu37T11KGnD71Oo9wnTZpkF0ksTYf/5z//OfvZpkyZYhepVqEBMmbMmOzNjEGFufEHD2rT+csXAYKkiE2AiCYK1I2yTp1Gpnnzo8yCBYvtIhUaPXp09oJr2rSpF0ZpEOyldumll9q7c1JogIi/QqHG7MyePdvejQCdH3+qnVxXILQRIEiKWAWI9Ox5r9l888MyQXCu6dr1SZPrkh/nn39+9qLTQksuU6TESXBCQ4XikiVL7CI5iSJAnn/++eyxKNRQuWDo67y5IECQFLELkFWrVpuTT77P7LlnH28W2SFDPraLVEhrjLRo0SJ74bl+Y4+DyZMnmw033ND7HGqELaRaLooA0cJd/sqSWt9+6tSpdhFk6Lzo/Og86Xy5LnhGgCApYhcg8u23S03btoO9ANl//0fNp59+bxepkBaY0iy//sV37bXX2kVi78svv8wugartvvvus4vkJYoAkZdeeil7TAcddJDzzTGtdD50XvxzpPPligBBUsQyQOSNN2Z5AaKtY8dhZtmy3Lr26tv7xhtvHAqRpNzsZsyYkZ1tV9tll11mF8lbVAEiwZ5yTG8SFpy2ROepEAQIkiK2ASK33z4uGyI33vimvbtSmqHXHwWsTdOkFLKMbil88MEHoScPrZ8dRTtOlAGiJzz/vGo+Lk2KibLJQXU+dF50fgpdapkAQVLEOkCWL//d/PWvw7MhMmrUdLtIpbR41aabbpq9EDWG4quvvrKLxYIazP02Dz88ch1MWZ0oA0Tuuuuu7HGqyub333+3i9Qq+vzBqiudn0IRIEiKWAeIzJixMHPzf8wLkEMOGZj5dpd7byQN6PLXY9Cmqq1clxUtBY3zuOiii7LHp03Ts0Tx5OGLOkB0bEcccUT2eK+++mq7SK2iz++fC52XKH53BAiSIvYBIsOHf5p9Cjn99BFm5crcL9Lvv//etGvXLnSTPvbYY73G6pqkEeb+IEFtGjtQaIN5RaIOENE53XLLLb331aDPZ5991i5SK+hz6/PrPOh86LxEgQBBUiQiQOTKK1/Jhsi9906wd1dJjeh9+vTJzuukbb311vO+PUZ10efqs88+C81tpU3jPArpqluVYgSIjB07Nru+vc7lW2+9ZRdJNX1efW59fp0HnY+oECBIisQEyJIly83RRz/pBUjLlgPMu+/m34CrmX/btGkTunlrSnitr5HPLMAuNAW7pmT350jybzwar+I6SDAXxQoQefjhh7OfZaONNjIffvihXSSV9Dn1ef3PrvMQJQIESZGYAJEPPpjvhYdC5IgjhpqFC91WIhw+fHh2/qzgtt9++3nVSPPmzbNf4mTWrFneMrT+SoLBTY36LnNb5auYASK33HJL9jOpF1naQ0SfL9hbTp8/agQIkiJRASIPPjgpW5V12WUv5zzViW3lypXeGiL+CGt7a9asmTnvvPNM//79zTvvvFNtVZcWuBo3bpx3wWsyveB4juCm9TzynZK9EH6Dd+PGje1dkdETnP/59M08rdVZ+lzBJ498VobMBwGCpEhcgGiqk3PO+Xc2RIYOLXxaDd3QzzzzzNDYkco2PbnYm13G3jRGQDebfFYSLITC8bXXXjNdu3bNtlOosXfkyJF20Uio51EwRNQ2kLaGdX0ev81Dmz5vFD2ubFqlU19c/J+TxNkUUHskLkBk/vyfTZs2g7wAadXqUfPZZwvsIk508epGoa61FVU75bPpyUZdcjWlRVRjOqqigZIvvvii9/SzySablDsefzvssMPMp59+ar88EsHqLAXWVVddlfhxIjp+fQ6/t5W2YlRbybBhw8w222wT+n3ddtttdjEgNhIZIPLaa39MddKp0zDzyy8r7SIF00py+iavFRO7devmPaWoEV6bqqL8/9dNW4tgPfTQQ+bNN98s2XTyv/zyixd4p512mrccsB0W2tRVWNVx/iR/2vT/l1xySVGOUw3K/lOPtgMPPDCxI9Z13Dp+/7Poc0XdYC5qCzv44INDvzc9taZxgTSkS2IDRG677Y+pTm66KZ317raff/7ZPPnkk15X4Lp165YLDG1777236dmzZ2gFwS+++KLceBiN1H/ggQcif0pQl1Y12gd/juaKSsqcZDpOHW9wJgN9nii76ora1VRdFeyZp67m11xzjfd7BuIu0QHy66+/Z26kf0x18vLLM+wiqaAnhUGDBpljjjkmVA8f3Fq1amV69epV7YJPo0aNMs2bNw+9dpdddjGvv/66XbQgujkGR6xr05QfcZ8KXscXnJpEmz5HdZ0o8qEqTU15Epz0U1vHjh3NzJkz7eJAbCU6QGT69B9DU518/fVPdpFEUq+uAQMGmMMPPzy7wl1w07fWQw891PTt2zfvKiI1st9zzz3lbmAdOnSIdIS+Gpl1owx2TlD1mRZdqi7oSk3Ho+MKVvXpuHX8UTaWq50qOAOBtl133dW88cYbdlEg9hIfIDJs2LTsU8gZZzxvfv89ugu+lDT+5P777/faV4LVGsGbrxrB1bXzu+++s1+etwULFoR6amlTFYpG6P/0U3RBrEksg1PBa1Moqu0oWM1WE/TzdRx2SOt4o5x88/PPP8+OyfE3VZH169cv8ipEoFRSESDSrduYbIi8//439u7YmjdvQeYp4vFQY21wU5VV+/btzcCBA71G/WLQ4Dg9zQR/bqNGjbx2gCi/fatHmj3uRr2b1BFBVXRLly61X1IU+jn6efq5wd5V2nR8hSwGZVu0aJG5/PLLQwGlLwJa66UYnRiAUkpNgCxevDzzbfoFc+65L5iffy5+t9lCaEbhxx//0HTpMsI0a3aR2WyzVpknjj/aNtZff31z/PHHmyeeeCLSJ4HqaKZiewDkvvvu662vEhU1UGut8H322Sf0c7SpU4DWblFwzZkzx35pQfR+el+9f0WdD3Q8Oq6oGvpXrVrl9crz1wnxN1VJaj40IA1SEyBx9+WXC03//pPNiSc+k31S0rbTTteZxo3bmQYNtvdubppmRd1za4rGwtx6663lbrI6tnzbWqozevRoLyiDk1wGN03Fr67T6hygQZC68VZX3aP9Kqfyep1eH5zSP7jp5+rn6ziipK7cu+++e+hn7bDDDuaFF16wiwKJRoAUkQY49uv3vjdOJRga/qbBkNdfP8q89tpks3x5vFZMVHtMly5dQjdBhYoG0SlkoqSqObUFaH4w+yZf2aYBd8HZAOwBeFVt+jn6eVFXCWruMwVS8Gdp6pM777yzJINJgVIjQCL20UffmT59Jphjj32qXGBoO/zwId74lffem5eIxv53333XtGjRotzNW6Omi0FtBhocqalCdtppp3I3f5dN76P30/vq/aOmNpXrrrsu1MVanSDOOeccrzcdkFapDZDgTXvs2Dn27nL8svlavfq/3izBd975jjnqqCfKBYY2/b32q5zKJ43aBdTorAkZgzdmjZ4u9ozCqs776KOPvKo9Va2dffbZ3ta2bdvQjAD6s79P5VRerytmdaDOy+DBg0ODJrVpHInWuAfSrlYEiKqQqlvFMJ8A0ZPDhAnzTM+e47wnCjswtOkJpHfv97wnkrTQ6GiNkra/aWs0dZQD7ZJAM+Zq+v9gcGy99dbmqaeesosCqZX6APEbrZ98suoR0NUFyG+/rTLjxn1lbr55bHYiR3tTUKnNI6rJHeNKo6U1ajp481Rdvwbdpb2u/5tvvjGnn356qPuves3dfPPNRX3aAeIo9QGilQv1X930taphZaoKkL59J3qj3O3A0KaAeuSRD8yMGbWvT79GT2sUdTBINMpao63TZvny5d78YvaU/6eccoqZO3euXRyoFVIfIPK3v432/r9Xr8rHM1QWID/9tKJcaGj8xmOPTfHGc9R26jarHk3BiQe1af4ojb5Og2eeeabcui8aNzJ+/Hi7KFCr1IoAmT17sdlvv0e9Tf9fkcoCRO6//31v9cMhQz721iJBeRpVrdHVwbmkNPpaa6IUo+dTKagRXo30weDQcraPPfZYpCP0gaSqFQEievrQn/U0UhG7PNxoEJ9GWwdvuhqNrVHZGp2dBD/88IM5//zzy80R1qNHj5LODADEXa0JEFVFtW072Ps7jcGw2eVRGI261ujrYJBonimN0o4rzVLcu3dvU79+/dBxH3vssWbGjHQuFQAUotYEiDz11Cfe36nh2x6PUVF5FEY9sjSdiHpoBW/IGq2tUdtxoulMdtxxx9BxalnjV1991S4K4P+rVQGi8RvHH/+09/fPPhue0K6i8oiGRmNrVHZwinqNJdHo7ZpeeU/TuR999NGh4NCa8lpnpbp5t4DarlYFiGgsh/7+sMOGmKVLf8v+fWXlEZ3JkyeXW+1Po7g1mjuqWXBztXjxYm8de3uadU15EvUcWUBa1boAkUsuednbd999E7J/V1V5REujtTVqOxgkGtWt0d3Fpob8/v37mwYNGoR+vqZC+eSTT+ziAKpQKwNk5syFpmXLAaZVq0fNvHllvWqqKo/oadS2Rm9rFLd/E9fobo3y1mjvYhg7dqzZc889Q8Ghqd5HjBhhFwWQg1oZIHLHHeO9/Vdd9Zr35+rKozg0ilujuYM3dY32vu2227zR31HQYlJ//etfQz9jww03zPwbuMOsWBGvafSBJKm1AbJo0XLTuvUgr8yUKd9WWx7FpVHd9iqFGv2tUeCuli1bZm688UZTp06d0FOO1kD/9ttv7eIA8lRrA0SGDp3qldHUJLmUR3FpdLdGeWu0dzBINBpco8LzMXToULPVVluF3kcLSb3//vt2UQCOanWAaIr3jh3DqwWi5mm0t0Z9B5e61ahwjQ7XKPGqKCBatWoVCg4FidaXBxCtWh0g8tZbcwiQmNLob40CD4aBRolrtLhGjQepSkpVU8Fp1lV1pSosVWUBiF5qAwTpodHgGhUeDBKNGn/55Ze9RnA1hterVy+0X43majwHUDwECBJBo8I1OlyjxINBUbdu3dCf1U337bfftl8OoAgIECSKRolrtHhw2nhtDRs29AYIJmXGXyANCBAkkkaN+72sjjvuOG9qEgClRYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMDJ/wMgtmef5OW5QwAAAABJRU5ErkJggg==)
PN: 4H23-1-03
CAS: 136117-69-6
Molecule Weight: 176.175
Formula: C9H8N2O2
![2-tert-Butylimidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-GX
CAS: 1248085-24-6
Molecule Weight: 218.256
Formula: C12H14N2O2
![Methyl imidazo[1,2-a]pyridine-6-carboxylate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABG4AAARuAHsrf0xAAACKXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF7+BA0QhVdRq0qR2k9ZW2rfJASdFAlwBzcu/3xlKEpqM8Hb2+Z6zfXd4frcvctiaqs5sGRNBOQFTJjbNyk1MXl++T0Jyt5gnaISGZR2Tt6Z5nzG22+1o8mYKvbclTWxBuvHZvs4GNjuP2mrDJOeC/Xl6fG6ZSVbWjS4Tg1SdzepW+WgT3bSr+M8UrNDVNitZZ86Katt5+yu5ezjd1yk57eUex5aIwjrLDaxtVegGtpJTfPg32JjSVLoxKawOqPaoj3tfzJ8ebPJRmLLBpvOQJTp/bqqPBBWFzU3ygc6w8eMhJoVAQDe2WFaVPoBrObUWoCVoD7QPWoGegg5Ah6Aj0ILji+MCDQRaCB/jnRs34cvh3eCqc7iHX59vd//svxgtGRNcPV4gBJXSVxDRMOJRL3ptSJUKZC8CVHoKFA3DKASf+lJJ8KjCrPS9z7HOksDhNJFHhRdJkNSbouA0lK3g6iQmgvohD2EiqVRO9n1BIzUNYMJpILDPqfKUOMHOFYaQHWO4mK9smZ41IUtjshKkDe5vs65xXW1wCdgqNRWWrHPgTM8BOQRcKsYBbwi4xB0BeQ3wL4Dp+AxqCLiiOALLa8B0CLgSGgeCIeAKbhwIh0BbnuNENCS6ah5HnMsB01b/DeZLwru/5QYjL3dzC/mS9f6HHGX8izxeR9hZJbP+5MDmxanCzo4chgft4h8BiKI/qc9WPwAALSlJREFUeF7t3Qm81PP+x3FcuRWyF5JdIa4tEiLFtYv+lsQtrnqka8m+XFnykD1L6t6bFClSyVXZsoRk6UYqWQppESVFeyq+/3l/5/7mnvNrZs5vPmfOnFlez8djHseZ729mfr+D73t+33UDBwCAwQbhJwAAiIIAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBACq2Zw5c9xVV13l9t13X7fpppu6zTff3O23336uY8eObuLEieWO3WCDDfwjmXRlVSF3nwQAWM+YMWNcnTp13J577umGDRvmFi1a5FauXOnef/9917p16/UCIV1IpCurCrn7JABAObNnz/Z3G/Xr13cLFy4MF3vdu3cv93u6kEhXVhVy90kAgHK6du3qK/zevXuHi1JKFxLpyqpC7j4JAFBOo0aNfIX/1VdfhYtSShcS6cqqQu4+CQBQTs2aNX2Fv3r16nBRSkFIpHvkSu4+CQBQTmUCJJl0ZVUhd58EACiHJiwAgEnQid6nT59wUUrpQiJdWVXI3ScBAMqZNWuWH8bboEED99NPP4WLvTvuuKPc7+lCIlnZG2+84Vq1auU/Z4cddnAdOnRw8+fPL3eMVfKzAABkjSYH3njjje7RRx8NFyUmEjZs2NANHz7cLV682E8k/OCDD7IykfDYY491I0aMcPPmzXNLly7180patmxZ7hir5GcBAKi0tWvXul69ermtt97aV+wtWrQIH+JpQqGWMtlnn31crVq1/N1C48aNXadOndxHH31U7thkIRFIVxZYtmyZq127dvhpk/SfBAAwef311/3aVqrQN9lkE3fttde6JUuWhA/LqeXLl7u7777bnXLKKeEiEwIEALJII6pOP/30xN3Aqaee6mbMmBE+LOeC86lbt25Go77SIUAAIAt0d3H99df7uw1V1GqOUv9GPtE53nbbba558+bhIhMCBAAq4bfffnP9+/d39erV88Gx1VZbuUceecT3f+QjhYiWjM8GAgQArN591/U55BAfHBtvvLHr0qVLyuG41eXMM890kyZNcqtWrfL7jlx22WX0gQBAtYlVxO6889Sx4L6IPS5t2dJNnTo1fFReGDVqlDv00EP96C7NN+ncubMfVpwNBAgARLVypXO33+6chsFquOzuuzv3/PPho0oGAQIAUQwZ4tzOO8eDY/PNnevRw7kMFkEsRgQIAKTz8cfOHXVUPDg23NC5Dh2c+/778FEliQABgGR+/NG5iy92bqON4uHRrJlzEyaEjyppBAiA0jBlSrzje4cdnKtRI/6zbVvnJk8OHxl32mnx4Khf37lBg8KlcAQIgFIwdGg8NFq1igeJ+i70U7/reZWHvfKKcw8/rPU/wiX4LwIEQHHTsh21ajm3xx7OrVpVvky/63mVZ2l5j1JCgAAobn/7W7wpKslS6l6vXvFyHYeMECAAilvDhvGA+OyzcEnctGnxch2HjBAgAIpbzZrxgEi1lLqeV7masZARAgRAcSNAqgwBAqC40YRVZQgQAMWtSxc60asIAQKguE2fHm/GSjeMV+V5sGtgoSFAABS/Z55xbuONnTvuOOe07Pqvv8Z/6ndNJFQ5MkaAACgNn3zi3LnnOrf99vHQqFcv/vukSeEjEREBAgAwIUAAACYECADAhAABAJgQIAAAEwIEQGlZs8a5F1+MD+VFpRAgAErLs8/GZ5737x8uQYYIEAClpW/feIA89FC4BBkiQACUFgIkawgQAKWFAMkaAgRAaSFAsoYAAVBaCJCsIUAAlBYCJGsIEAClhQDJGgIEQGkhQLKGAAFQWgiQrCFAAJQWAiRrCBAApYUAyRoCBEBpIUCyhgABUFoIkKwhQACUFgIkawgQAKWFAMkaAgRAaSFAsoYAAVBSvogFyGOxAPmUAKk0AgRASRkYC5DtYgHyLwKk0ggQACWlbyxANogFyEMESKURIABKCgGSPQQIgJJCgGQPAQKgpBAg2UOAACgpBEj2ECAASgoBkj0ECICSQoBkDwECoKQQINlDgAAoKbfccosPkFatWrmlS5eGi5EBAgRASbn99tt9gOix/fbbuwEDBrjff/89fBgiIEAAlJSgCeuII45wf/jDH/w/N2nSxL333nvhQ1EBAgRASSnbBzJlyhTXokWLxB3J+eef7+bOnRt+CVIgQIACpqaXfv36udmzZ4eLkEKfPn18WPTs2TPx3HPPPed22203/3zt2rVd9+7d3cqVK8u8CskQIECBGj9+vNt///19pVezZk334IMPujVr1oQPQxkKiu22287/zS6++OJyZatXr3Z33nmn22yzzXz5Lrvs4p599tlyx6A8AgQoMHPmzHHt2rVLNLvsuuuubpNNNvH/3KhRI/fyyy+HX1Ly1FR17LHHJv5mhx12mPvhhx/Ch3nz5s1z7du3dxtuuKE/tnnz5m7SpEnhw+AIEKBgqElFI4jUxKKKbffdd3cjRozwZd98840744wzEhXkSSed5L788svQO5Sen376ybVp0ybxdznggAP8nVsUH374oWvatKl/nTrbO3bs6H788cfwYSWNAAEKwJAhQ9zOO+/sKzM1sfTo0cM3uYS9+eabbr/99vPH1ahRw1199dXu559/Dh9W9NauXesefvhht9VWWyUCQD8333xzd/fdd7tff/01/JKk1Mc0cOBAt+OOO/rXb7HFFu6BBx6gqfC/CBAgj3388ce+CUWVl5pU1LSiJpZ01q1b5zuKt9lmG/86tfk/9thj7rfffgsfWpReffVVt/fee/trV9PeDTfc4BYsWOBuu+02V6tWLf/8Hnvs4f7973+HX5rSsmXL3M033+z++Mc/+tc3bNjQvfjii+HDSg4BAuQhVXjq5N1oo418hXX44Yf7JpVMLF682F1++eVu44039u9x4IEHurfffjt8WNGYPn26O+WUUxLNVa1bt3Zff/11uWM0Wq1t27aJYzQb/dNPPy13TDozZ850//d//+df2yj2GH3CCc598UX4sJJBgAB5RE0j999/v28qUSVVv35999RTT4UPy8jnn3/ujj/++ESlefbZZ7tvv/02fFjB+uWXX9w111yTGEjQuHFj9/rrr4cPK2fcuHHu4IMP9scrYP/2t7+5RYsWhQ9L6a233nJ3/OlP7ovY612NGs517arEDh9W9AgQIE+8+uo4t9dee/lKTcNyu3Xr5pYvXx4+zGzUqFHl3l9rQmXz/XNNTXKaAxMMy916661d7969ff9HFHr9448/7urWrZt4fa9evSK//vd165z717+c23bbWE26QfznP/+pNsTwoUWLAEG1OvLII129evXcvffe60cSlaKZM392l176omvQoK374x/rurPOOqvK7hDUeXzfffe5OnXqJO5wBg0aFD4s773zzjvuoIMOStxBXHrppRndQZS1ZMkSd+211ybuYPbdd1/32muvhQ9LTYMUrrwyfieiIIndmbixY8NHFSUCBNVG3/6CZpXgoXb6O+64w31RAu3KS5asdvff/55r2rSfO+SQvu7MM/u48eNzM99g/vz57q9//Wuij6VZs2ZuwoQJ4cPyzqxZs9y5556b+O/luOOOc9OmTQsfZjJjxgx36qmnJt779NNPd1999VX4sNT03+yJJ8ZDRI82bfTtIHxUUSFAUC0UEJtuuqkf1TJy5Eg/A/iQQw4pFyb77LOPb2aZPHly+OUF7bfffnfDh3/mWrYc6IOjVauBbsSIz/3zufbRRx+5o446yv+9NcqrQ4cO7vvvvw8fVu1WrFjhbr311sQoqj333NO98MIL4cOyYsyYMf6/PX2O7kquv/56f5cSmUZnNWwYD5HYf9/u73/XMK7wUUWBAEHOaf6CJnTpf1CN1S9LTTfqRFbTVtkw0bBLDcfMdCRSvpk4cV7sG/RwHxy68+jZ8323dGm0OQlV6ZlnnknMM9FcibvuuivyXImqNnjwYLfTTjv5c1PT2z333FPl56Z+kEceeSQxj0TNrP3793e/Rx0KrXkiDzzg3BZbxINkxx2dGzhQE0vCRxY0AgQ5d8UVV/j/KTXkMt0+DN9995179NFH/WqpwUQwPVTRXXnllX4kTbrX55PvvlvirrvuNR8celx++ctu1qz8muCXbKb7888/Hz4sZyZOnOiXXNe5qKntoosuSrn8SFXRTPYuXbr4fpbGsfP4d+wu2b37bviw1DRzvWNHF/sPOB4kTZvqwsJHFSwCBDk1evRo31Simb2ZLAuheRGaDKfhqJphHYTJDjvs4C655BI3duxbbt26iN8Oc2jFijWuT5//uGbNHvfB0abNUDd+fH6vnKu1ts4777zE37hly5Zu6tSp4cOqjELiwgsvTPTP6G5UYVKddP29Yn+HrxQCesT+PrE/VPiw1LSW1tFH/2+0VpEgQJAzmkG9bex/HlUMb7zxRrg4Mk2Qe+KJJ3yHZzAzuHbtBu7gg69w3bu/7d57b45bs6Z6w0Q3RqNHT3cnnDDIB0eLFk+4wYOnuLVrK39eGq2meQhDhw51Tz75ZOKh3/V8tkazvRv7ph30S+kbuL6J6xt5VVGzlJYZUROaPrNBgwbu6aefDh9WvXRHFrsz80EQu1OL3bLp1i18VGqa/T5kSPjZgkWAICc05l7fZFUx3HjjjeFiMy0xoTby9u2vcwceeEuiieiYY55wt9wyNlahfhurmHI7Ln/q1AWx8/m3P49DD33M3XnnO7HQWxU+LBJV2MOGDfMT3bR0exCYFT10nI7X6/R6a8Wvf29q+1cfgN5XfQLqG4g6VyIqLSuifi59hjrK1WGujvO8pP6Xu+5ysaSLB8nOO6sTKXxUSSBAkBPqlFXloNVNq2ohulWr1ro335zpunV70zVvPiARJkcd1d/ddNMbbsyYr2NfFrNb8ZX1yy+rfGg1aRL/3E6dRrnp0zOvuFetWuU7tU8++eTEMiTBQ/0/J5xwgp/3oP4KPTR5LvhnPa/yoEM8eOh99H56X71/pjQKSaORgrkSGqWk0UqVpSG4Wk4kOE8N0dVQ3YKg0WodOji34YbxIDnqKC1eFj6qqBVMgGzQdwP/QOH54IMPfL+FlufIVvNKRXTXMW7c7Fil+pY79tgnE2FyxBH93TXXjHEvvTQjdveSfiRP8BoNsQ0Lysrq3XuCf+60055xr7+e+XVqSQ4FbTAzOggMDTrQN/RMV9XV8XqdXl82UPT++hx9XqY0L+K0005LvJeaETV/IlOa9KewCwJSkwI1KKIgaf5Ms2bxENloI+f++ld12oWPSm3KlHifyg47xCcj6mfbts4VwPD1rNTI6Sr3dGVzls1xV71/ldt32L5u0/6bus0HbO72G76f6/hORzfxx/KdZuneB/lLlVSwVai+/VYH9TtMmPCdb0o6/vinEpX/4Yf386OhRo78MlbZrv+tPDjupJMGr9cMlixAFi5c4V599av1jq1IsPT4lltu6f9O+pavTuRsL3yo99P7BncR+jx9rqU5SjO1NWM7ON/rrrsu0lwJfZZG1mnZkCDMNKG0KFYK1oz++vXjQVKnjnP33Rdv7kpn6NB4aMTuwnyQaIl+/dTvel7leSwrNXK6yj1V2Zi5Y1ydJ+q4PYfs6YZ9M8wtWr3IrVy70r0//33Xekzr9V6T6n2Q34KVT1Vx5QNN1vvoo3nu3nvH+2AoGyZTpswvd2xQpsegQVOSllWWZn//6U9/8n8j9Vt07drVD1+uSnp/fU7Qn6LPt8xCVxho7aioYaAFDsuGjpYPsdwF5TWtLdatm3M1a8aDZK+9lLbho+I0y71WLef22EPtluXL9LueV3kms+FzLCs1crrKPVnZ7GWz/d1G/cH13cJVC8uVBbp/3L3c78neB/ltwIABvrLQ3gnq7M5Hkyf/EPsW/oHr3Hm0X5OqrCAkNPRWs8U1JDdcZqX5K5owGQxJ1g6C4aXHq5o+T5+rz9d56Hws82rUQa/O+qA5SqvcagRXQM1eWhZEZXpYm70KitYyO/vseIhoMmEysb+ZL4/dkSUVC2dfruPyVFZq5HSVe7Kyru919c/1nta73PPpJHsf5C9tp6qd8/QtV5siWaly0uxzNX+VHbKq3/X8woXJv4BkQxASb7/9rf/Zt+9H65VZaHRRUKFqyGp1D1XV5wdDZ3Ve1tFP2lejbIe4tpLVNrBlO9612VNJee89rf0efjYuWO7ks8/CJXFa40vlOi5PZaVGTle5JytrNLSRf+6rJdFvzZK9D/KTlioJVkp98MEHw8VpqXNVS3Sr6UuTBIPKKN1DTSdawVa78GVzHaeyIaERVRrZpZFW4bJM6Pq0cKHOW8u55Ms3cZ1HsLyMzs+6sq2UHZKrh4b+WvtailrQzJWq70jPq1zNWHkqKzVyULmne5RV8/Ga/rnV69bf0zmVZO+D/KRlRlRxaNho1CaR8ePHuzPOOCPxbVUPzQc47LDDXLt27fx2pBqmqpDQT/1+/vnn+2HBWpQxeI0mKWq+iZbgSNUWH1XZkPj884V+eO5DD32wXllUqpS12ZHOU9/Uly5dGj6kWul8gjsInWdlQkSTAoN1pLIZ6kWFAIlLV7knKyNAitdLL73klyrR3YOWH6nIJ5984o455phEAGh/Cu0upyGdupOJQvNKNFRYk8+CDZP00D9rEp1VOCQ0v0RLkixYsHy9soqoWSi489CWqFW9GKCVzivYslXna23OkmBwQL5ea7WjCSsuXeWerIwmrOKkb5pqTtJdQEUb8igcNBIoWCRRHa/PPfdcpe8aRJsNqS1fQab3bt68eWb7OvxXOCR++GGZD5AePcatV5aO7sK0P7fORftX5HuFqvPTeep8dd5R7yLDCJAKdOkSDwg60VNX7snKgk70Pp/1Kfd8OsneB/lDFX9Q6WjGcjoa/RP0kWy//fZuoJa5rgLqZA++9atDX0tyZCJZSPTqNcEddlh8A6hwWSoa3aRzUB9DvjVbpaLzDPpEdP4WBEgFpk+PN2OlG8ar8jzpJ0smKzVyuso9WdmsZbP8MN4GTzdwP61KvtTDHR/fUe73ZO+D/KE9GlRZqM8i3VIl2sAomGmt5dyrchSV6NuzOvKDOQ/qn4l6l5MsJJYv17fz+EZQ4bJkNL9CQ2Q1yilfOsyj0vnqvHX+lnkiBEgEmly78cYu9h+VFlGLTzzUT/2uiYTVNPk2qqzUyOkq91RlwUTChs82dMO/Ge4Wr17sJxJ+sOADJhIWmKCS1GY/6eYyKDyCvbhvuummcHGV0lBi9a/oszXCa926imeLpwqJoUOnpSwrS6OOgm/xWvCxEOm8g7unTEdRESARffKJc+ee62K34/HQqFcv/ruWgM9zWamR01Xu6co0oVBLmewzdB9Xq38tf1fSeFhj1+mdTu6jhf8bcy/p3gfVR8tXBEM201WSCpbgzqNnz57h4pzQDOxgq1LNjLe27Ueloav6LE3WK2TBZMPw7pEVIUCKHzUyKkVDbFVJtG/fPlyUoA7zAw880B/3d+0PXY3U0a/9tHUu2nuiqmiJDq01VbNmzbR3ZYVA56/r0PVksvQIAVL8CBCYaUa4KggNl023VEkwL6SiLWxzRW37qgw1Amzs2LHh4qwIlq/XSLNioOvQ9ei6oiJAih8BAhNVwhrZpIl/6ttIRfM8VFFrtFVVd5hnYuTIkb5y077flZnrkIz2Fldznf42c+fODRcXJF2HrkfXpeuLggApfgQIMqYKIdjq9IEHHggXl3PMMcf446pqqG5lXHDBBf7conToa7Oqr7+ONjNb63TpffNlBeJs0fXouqIuy0+AFD8CBBm7+uqrfcVw4oknpm2S0oqsOk5hk+646vLjjz/6YapaCqWiWfP33fee3552/vzUTXUBLeGi6872fh7VTdej69L1RUGAFD8CBBl55ZVX/AxvNUnNn19+/4wwrW2lCmT48OHhorzRrVs3f44V7dP+97+/6Yftfvll+mY4rR6sZc132WWXvAzNytD16Lp0fVH2WCdAih8Bgsh++OEHV69ePb9USUX7YWshPrWZa+5F1Il71UH9MppkqOtKN88haoAoLFVpahvZYqTrivqlgAApfgQIItG3zz//+c++QtBOchXRkuw6Vgsj5rtzzjnHn+vo0aPDRQlRA0QbK+m9tKR5MdJ16fp0nRUhQIofAYJI7rvvPl8ZNGnSJFKFEGxlq1V1850WcayoUowaIKo0dYdWmaXQ85muS9en66wIAVL8CBBU6D//+Y9vjlKHc9RVbXfccUe/n0fUJdmr0+LFi/1QY229m0qUAFFTnSbcqZ+gmOn6dJ0VNU0SIMWPAEFaWpU1mLn91FNPhYuTUgerjtdmT4Vi//3394MDUk2IjBIgM2fO9Nd9/PHHh4uKiq5P16nrTYcAKX4ECNIK5kroZ1Ta3CnT11S3oB8k1aTIKAHyxhtv+Pfoon0eipiuT9ep602HACl+BAhS0h2HKgDdgWSyj0XQp3DzzTeHi/KWhvHqnLUVbjJRAmTEiBH+Pap7va+qpuvTdep60yFAih8BgqTU16E+D/V9qA8kE8EaWdojpFAEa1elmjEfJUCC667KRRrzga5P16nrTYcAKX4ECJLSREFrZfjPf/7Tv/aRRx4JF+WtYOl1nXsyUQKkEK/bQteX7m8VIECKHwGCpBo1auT/59eyJZniDiTz0C0k3IEgQIAgKS1TorsQjUx6+eWXw8VplXofSCFdt4WuT9dJHwgIEKSk5Uo0aUxLeGsZk6jef/99X3H85S9/CRflrXPPPdef88SJE8NFXpQACUZhpZuQWAyC2faMwgIBgrS0bIkqAS1jEnVxQK0vpdccfvjh4aK8pcpOd1upRptFCZBvvvkm8bcqZsGSNrredAiQ4keAIC39z6/lS1QRaDmTqLQ4oZZJX7NmTbgo72hfd60wq73dU4kSIOvWrfMLM+66667hoqKi69N16nrTIUCKHwGCClmG9J511lm+8tCkwnw3atQof66dOnUKFyVcfvk/3C67tHfTps0KF5Wz3377+Wa/TPYOLyS6Ll2frrMiBEjxI0AQSaaTCvv06eOPv+WWW8JFeeeiiy7y56rO/1QuuOBiV6PGFu6TT6aEi8rp3Lmzf68XX3wxXFQUdF26Pl1nRQiQ4keAILJMljWZN29ehQsU5oPly5f7u6stt9zSrVq1KlyccN555/lrnzRpUrionGA72yhL3heioE8syra2BEjxI0AQWaYLK7Zs2dIfm89buz766KP+HC+55JJwUTlRA+T777/3TTyaR1OMdF26Pl1nRQiQ4keAICOZLO2uORWqQE477bRwUV5QxdagQQN/pzR9+vRwcTlRA0RatGjhj021MGOh0vXounR9URAgxY8AQcaibi6l/SL22msvPzz2ww8/DBdXu2BGdbt27cJF68kkQB577DF/7FVXXRUuKmi6Hl2Xri8KAqT4ESDIWCbb2w4bNswf16xZs8jzSHJBe1nUrl3bDzWePXt2uHg9mQTIzz//7N93iy228EOEi4GuQ9ej69L1RUGAFD8CBCaama65HrVq1XVjx6Yf2nv00Uf7iqRnz57homqhuSma5Khzuv/++8PFSWUSINK1a1d//L333hsuKki6Dl2PrisqAqT4ESAwe+21d1yDBmfFAuJ+t2jRynBxgvpKNttsM78N6scffxwuzrnLLrvMV2ytWrWqcFvWQKYBoruaGjVq+JAt9LsQnb+uQ9cT5W4tQIAUPwIEldKz5zg/Q/uyy15y6Vqo+vfv7yuT+vXru7lz54aLcybo99B5aMHIqDINEAnWjKqomS/fBUN3M13jiwApfgQIKmXNmt/cBReM8CEyaFD6SXZXXnmlr1D22WefSMNAsy0Ij6222sp9+umn4eK0LAGiveG32WYbP2rt888/DxcXBJ23zl/XoevJBAFS/AgQVNrs2b+45s0HuMMP7xercFKvFaXmorZt2/pKRfNJZsyYET6kSqjP49JLL02Eh2V5FUuASLDJ1MEHH1xwFanOV+et869o86hkCJDiR4AgK0aPnu7vQs4881m3YkXqBRS1AF+HDh18xaJRPSNHjgwfklXffvuta9q0aaLZatq0aeFDIrEGiEaenXzyyf6111xzTbg4r+l8dd46f8sIOgKk+BEgyJqbb46vWHvrrW+Fi9ajHQA1gU8VzPnnn++XgM8mVVr6DA3V1WeowzyTPo8wa4DIggULfCe05sNEmcGfD3SeOl+dt87fggApfgQIsmb58l9d69ZDfIi8/HL6WeoyduxYt/vuu/tKRjPbu3XrlnE7e9iKFSv88iQ77bSTf1/NW9DEx6ijrVKpTIDIu+++60ehqT9B153PdH46T52vztuKACl+BAiyatq0Ba5p037u6KOfcHPnVjx8VRX+TTfd5Ct6VTbaZ+Kcc85xw4cPj7wkutboGj16tF9VV8OF9T66u9GdTSbDTtOpbIDIs88+69eR0jm+9dZb4eK8oPPS+ek8db6VQYAUPwIEWffkk5/4u5C//OV5t3ZttG/+aia54YYb/D7sqnT0UCWmSujss8/2+3Dffvvt/u5CP3W3oqA54IAD/GZQwWu0qq4WRqxobauo1AGvrX2D87J0JpelZe51XbVq1XIvvfRSuLha6Xx0Xjo/nWdlqElSI7cIkOJGgCDrfvvtd9ely4s+RB55JLM1sNauXev3nOjSpYtfCj4IhnQP7SSozaB015JuSfao9B7aZEqd/Qqk8Odp//TK3Nk88cQT/g5Jj3vuuSdcXC10HsE56fysFLhacSD4uymQULwIEFSJhQtXuOOPf8odeuhj7sMP7RMHly1b5mevjxgxInZn82Tioc2ftDpslM2tolBTmtbtUlNV0Aymh/5ZQ4+HDh3qm3QUVkHFeOutt/rXWWj0WZ06dfx7nXnmmVkfRBCVPlefr/PQ+VRmVJzuYLTcu95LTZFqmtS/PxQvAgRVZvz42a5Jk77uhBMGpV3qpLoofAYNGuTatGmTGK2lh749t2/f3lem4TsaNcdoQqI6/XWsloN/+umnyx0TlZrZGjdu7N9HzT25HqGlzwuamXQe1ma/L7/80p144omJv58C6ZtvvgkfhiJEgKBK9ez5vm/Kuvzyl9MudZIrixYt8k00p5xyiv+WHFR62223nbv44ovdq6++6pthKqLFJC+88ELfX6DXH3nkkW7ixInhwyqkOxgtFRL042iRR/W5VCW9f7CYpD5Xn2+5k9KqvFriXWtk6b32339/9+abb4YPQxEjQFClfv11nWvXLr7UybffRlsGPNsWLlwaC42h7rjjjktUdnrsuOOOfn0nDVvVBEcLhcYRRxzh309hopFgCpdMqTkueB89NPlxwIABpoo9Gb2P3i+YVKmHPs+y6ZX+Vn379nXbbrutfx/dxfzjH/8w/w1RuAgQVDk1X40Z83X46Sq1YMFyN2TIp65Tp1HugAPujt1htPCV3S677OK/NVdmfkMygwcPTsw9UV+COqUto49eeeUVd+ihhyYqefXBqF9GlX+mi1DqeL0u3K+j99fnWGiYr0a+6X0UxldccYVbvHhx+DCUCAIERWPevKVu4MDJsbuAF/wdT/A444whsQr9mdjdgn0ORxT6lq+OdXWwq4LVel8vvPBC+LBIJkyY4Dp37pzoaA8e+tav/VU6duzohzPr0atXr8Q/63mVB3cHwUPvo/fT+1poSZizzjor8X7aUKxQF4hE9hAgKGhayPHxxz92558fbyYLHmefPcz9618T3YwZi8IvqXKzZs3yQ32DylZNZ9Y1uFavXu2b2DSiSf0W4UBJ9dBxOl6v0+v1PhbLly/3c240K13vqy2KNWkTEAIEORdU8iNGrP8NNihLR6GgcFBIlA0NhYjCZNas6ulrCXvnnXfcQQcd5CtedVZrRWB14lfWvHnzfFPS888/X25os37X8yrPBo3S0gKUOn8tfKndG6MMMEDpIECQc0GFf9JJg30ne7KysM8++9H17j3BN0eVDQ01V6nZSs1X+UhrcPXr18+P8lJFvPXWW8euo7efMJmv1MwVjNLSwACNTrMuqIjiRoAg58oGQHgTqmQB8tBDHySe18REdYyrg1wd5YVC63ppeXQtUqiKWfMuXn/99fBh1UqbfGn+i1bh1Tk2b948L7YgRv4iQJBzQRi0aTPUtWo1sNz+IckCZOTIL92VV77im7zycUJiJjRZT3NQgr6K1q1bu6+/zu0ItTD1j/To0SMxUmvnnXeOBfSQ8GHAeggQ5FwQEm+//a3/2bfv/+YiJAuQYqQJi3vvvbevsHVXooUks7UsSya0REywpL5m42sk18qVhR3SyB0CBDlXNiTUHKXtcH/5Jb5kSKkEiKgf5OGHH/bb7KoC14q/mrdh2f0vU1OnTnXHHnts4k6oXbt2bs6cOeHDgLQIEORc2ZDQHupaL0v9HOGyUqFNtLQEfbBDY5MmTdz48ePDh2VFLj8LxY8AQc6FQ6Jbtzdds2aP+07xcFkpmTJlSpXdFYTvdrRVre52KrtTI0obAYKcC4fEDz8s8wHSo8e49cpKkZaq32233RL9Et27d69Uv0S4v+X66693S5ZUvFskUBECBDmXLCR69ZrgDjusX9KyUqSRUXfeeWdiZJTW8Mp0i9kZM2a4U089NXFHc/rpp7uvvqp4r3ogKgIEOZcsJJYv/9Udd9zApGWlTLPKw3MzKtqXXXNOtER7MOdk3333zbs5JygOBAhyLlVIDB06LWVZqfvwww8rnB0ezHqvW7euP06z3rWHfD7PekdhI0CAApJqfapx48ZVybpbQDoECFBgtM/4zTffnFghN9heV49WrVqZV/4FMkWAAAVq5syZ7qSTTko0V1n3HgGsCBCgwE2ePNmtWhWfyQ/kEgECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADD5fzxLBJwnfZ86AAAAAElFTkSuQmCC)
PN: 4H23-5-X6
CAS: 957120-91-1
Molecule Weight: 212.63
Formula: C9H9ClN2O2
Melting Point: 144-147 ℃
TSCA: Not listed on TSCA inventory